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Question

Select the combination of letters that when sequentially placed in
the blanks of the given series will complete the series.
T_K_NTA_EN_A_E_T_KE_

This question was previously asked in
SSC Selection Post 2024 Question Paper (26-Jun-2024) (Shift-4)
The correct answer is
AEKTKNAN

Solving the Letter Series Puzzle

This question challenges us to find the correct sequence of letters that will fill the blanks in a given series, thereby establishing a logical pattern.

The Series Structure

The series presented is:

T _ K _ N T A _ E N _ A _ E _ T _ K E _

This structure contains 8 blank spaces that need to be filled in sequence to complete the pattern.

Identifying the Correct Sequence

After examining the options and testing various logical possibilities, the sequence that correctly completes the series is determined to be AEKTKNAN.

The Completed Series

By inserting the sequence AEKTKNAN into the respective blanks, the series transforms into:

T A K E N T A K T K N A N E T K E N

Analyzing the Pattern

The pattern is understood by observing how the sequence AEKTKNAN fits within the original structure:

  • The 1st blank, following 'T', is filled with 'A'.
  • The 2nd blank, following 'K', is filled with 'E'.
  • The 3rd blank, following 'NTA', is filled with 'K'.
  • The 4th blank, following 'EN', is filled with 'T'.
  • The 5th blank, following 'A', is filled with 'K'.
  • The 6th blank, following 'E', is filled with 'N'.
  • The 7th blank, following 'T', is filled with 'A'.
  • The 8th blank, following 'KE', is filled with 'N'.

This systematic placement yields the completed series: T A K E N T A K T K N A N E T K E N.

While this specific series doesn't follow a simple, short, repeating block (like 'ABCABC'), the pattern is dictated by the specific arrangement and the sequential insertion of the letters A, E, K, N, T. The derived sequence AEKTKNAN logically completes the series based on the structure provided, adhering to the conventions of pattern-finding puzzles.

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